In this article, a new model of Hopfield Neural Network (HNN) with two neurons considering
a synaptic weight with a hyperbolic-type memristor is studied. Equilibrium points analysis …

An electronic implementation of a novel chaotic oscillator with quintic nonlinearity is
proposed herein. Dynamical behaviors of the system are investigated using well‐known …

It is widely accepted that for any physical system, symmetries are rarely exact. Therefore,
some symmetry imperfections must be always assumed to be present. The dynamics of …

This paper investigates the complex bursting behaviors of the cubic-quintic Duffing-van der
Pol system with two slow-varying forcing periodic excitations. Four novel bursting patterns …

The studies conducted in this contribution are based on the analysis of the dynamics of a
homogeneous network of five inertial neurons of the Hopfield type to which a unidirectional …

The dynamics of memristor–based chaotic oscillators with perfect symmetry is very well
documented. However, the literature is relatively poor concerning the behaviour of such …

Studies on the nonlinear dynamics of a modified Van der Pol oscillator based electronic
circuit has been reported. It has been found that inclusion of an active RC section (or filter) in …

Today, telediagnosis and telesurgery in the e-healthcare domain use medical images that
are sensitive to external disturbances and manipulations leading to huge differences in the …

This paper is devoted to exploring the effect of the coexisting attractors in the fast subsystem
of a full nonlinear system on the complex dynamics. As an example, a modified 3D van der …

In this paper, the effects of a bias term modeling a constant excitation force on the dynamics
of an infinite-equilibrium chaotic system without linear terms are investigated. As a result, it is …